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Author Question: An organization helping to provide meals to city shelters for the homeless has a membership of 30 ... (Read 4600 times)

Shelles

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on: Feb 2, 2020

Question 1

An organization helping to provide meals to city shelters for the homeless has a membership of 100 volunteers. They are assigned among the four city areas A, B, C, and D in proportion to the number of people fed in the respective areas. The  numbers of people fed at the city shelters in each city area are shown in the following table.

                                       

Use Adams's method to extend the table and apportion the 100 volunteers among the city areas.

                     

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Question 2

An organization helping to provide meals to city shelters for the homeless has a membership of 30 volunteers. They are assigned among the four city areas A, B, C, and D in proportion to the number of people fed in the respective areas. The  numbers of people fed at the city shelters in each city area are shown in the following table.

                                       

Use Webster's method to extend the table and apportion the 30 volunteers among the city areas.

                     

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Thinking Mathematically ¦ Blitzer ¦ 6th Edition
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Marked as best answer by Shelles on Feb 2, 2020

SAUXC

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Reply #1 on: Feb 2, 2020
Lorsum iprem. Lorsus sur ipci. Lorsem sur iprem. Lorsum sur ipdi, lorsem sur ipci. Lorsum sur iprium, valum sur ipci et, vala sur ipci. Lorsem sur ipci, lorsa sur iprem. Valus sur ipdi. Lorsus sur iprium nunc, valem sur iprium. Valem sur ipdi. Lorsa sur iprium. Lorsum sur iprium. Valem sur ipdi. Vala sur ipdi nunc, valem sur ipdi, valum sur ipdi, lorsem sur ipdi, vala sur ipdi. Valem sur iprem nunc, lorsa sur iprium. Valum sur ipdi et, lorsus sur ipci. Valem sur iprem. Valem sur ipci. Lorsa sur iprium. Lorsem sur ipci, valus sur iprem. Lorsem sur iprem nunc, valus sur iprium.
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Quote from: SAUXC on Feb  2, 2020
<p><span class="a_bt">Answer 1</span></p><br /><img src="data:image/png;base64, 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" alt="" /><br/><br/><p><span class="a_bt">Answer 2</span></p><br /><img src="data:image/png;base64, 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" alt="" />
THANK UUU


cbossman123

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Reply #14 on: Sep 25, 2021
thank yoh


Karla Cruz

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Reply #15 on: Sep 26, 2021
Thank you!


Jack Anthony Fernandez

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Reply #16 on: Nov 29, 2021
thank you


Kayla.mckercher

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Reply #17 on: Apr 8, 2022
thank you


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Did you know?

Giardia is one of the most common intestinal parasites worldwide, and infects up to 20% of the world population, mostly in poorer countries with inadequate sanitation. Infections are most common in children, though chronic Giardia is more common in adults.

Did you know?

Certain topical medications such as clotrimazole and betamethasone are not approved for use in children younger than 12 years of age. They must be used very cautiously, as directed by a doctor, to treat any child. Children have a much greater response to topical steroid medications.

Did you know?

Pink eye is a term that refers to conjunctivitis, which is inflammation of the thin, clear membrane (conjunctiva) over the white part of the eye (sclera). It may be triggered by a virus, bacteria, or foreign body in the eye. Antibiotic eye drops alleviate bacterial conjunctivitis, and antihistamine allergy pills or eye drops help control allergic conjunctivitis symptoms.

Did you know?

In the ancient and medieval periods, dysentery killed about ? of all babies before they reach 12 months of age. The disease was transferred through contaminated drinking water, because there was no way to adequately dispose of sewage, which contaminated the water.

Did you know?

Liver spots have nothing whatsoever to do with the liver. They are a type of freckles commonly seen in older adults who have been out in the sun without sufficient sunscreen.

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